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, including those appearing in string theory. 2. To uncover the universal algebraic structures of integrable models. 3. To construct new integrable instances of gauge/gravity duality. 4. To investigate
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applied algebra, tropical geometry, and applied topology. The research culture is vibrant, with many visitors, seminars, international conferences, and workshops. We aim to provide a supportive and friendly
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general combinatorial problems that can be expressed in many different ways: for example, via logic (e.g. logical satisfiability problems), combinatorics (e.g. graph homomorphisms), or algebra (e.g. systems
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